| 1. | Global attractivity for a differential delay model
一个时滞微分方程模型的全局吸引性 |
| 2. | Study on regulatory network of yeast genes by differential equations model
酵母基因调控网络的微分方程模型研究 |
| 3. | A qualitative analysis of model of differential equations of sell poison and absovb poison
贩毒吸毒的微分方程模型及定性分析 |
| 4. | The globle existence and uniqueness of the solution of a kind of ode sirs model
传染病动力学常微分方程模型解的整体存在唯一性 |
| 5. | Gm is a differential equation model which expresses the continual behavior in the system
Gm表达的是系统内部的连续行为,是微分方程模型。 |
| 6. | The existence and uniqueness of global solutions in a functional differential equation model of biological population
一个有关生物种群的泛函微分方程模型整体解的存在性和唯一性 |
| 7. | Hi the fourth chapter , we study three - dimension functional differential equation with delay based on the system of single substrate and single product
第四章三维时滞微分方程模型分析。研究了以单底物、单产物为基础的三维时滞微分方程模型。 |
| 8. | Considering a financial market with risky stocks and riskless bond , we describe the stochastic model of stock prices with stochastic volatility
在考虑一个带有股票和债券的金融市场后，本文提出了一个具随机波动率的股票价格的随机微分方程模型 |
| 9. | This paper reviews the research result o . modeling solute transport in soil and discusses the advantage and disadvantage of these models
本文回顾了关于土壤中溶质运移模型的研究成果，讨论了各个模型的优势及其不足之处，介绍了应用最为广泛的传统微分方程模型。 |
| 10. | There are many complex systems in real life . in order to analyze , design and predict the system , we often want to model the dynamic systems of ordinary differential equations according to the observed data
在现实生活中存在许多随时间而变化的复杂系统和现象，人们通常需要根据动态系统的观测数据建立合理的微分方程模型(动力学模型) ，为系统分析、设计和未来状态的预报提供依据。 |
